For the next 3 problems - Find the equation of the line graphed, find a second equation so that the graphed line and the second equation have the required number of solutions. GRAPH EACH EQUATIONS. Recall for one solutions the slopes are Same For no solution the slopes are For infinitely many solutions the slopes are differ and the y-intercepts are Same Same and the y-int are Same

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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8. For the next 3 problems - Find the equation of the line graphed, find a second equation so
that the graphed line and the second equation have the required number of solutions.
GRAPH EACH EQUATIONS.
Recall for one solutions the slopes are Same
For no solution the slopes are
For infinitely many solutions the slopes are
x
differ and the y-intercepts are
same
one solution
Same
and the y-int are _Same
[y==x+6
ly=
no solution
y
{ x =
y =
infinitely many solutions.
[y=-x+6
\v=
Transcribed Image Text:8. For the next 3 problems - Find the equation of the line graphed, find a second equation so that the graphed line and the second equation have the required number of solutions. GRAPH EACH EQUATIONS. Recall for one solutions the slopes are Same For no solution the slopes are For infinitely many solutions the slopes are x differ and the y-intercepts are same one solution Same and the y-int are _Same [y==x+6 ly= no solution y { x = y = infinitely many solutions. [y=-x+6 \v=
Expert Solution
Step 1: Writing the given information

The graph of the first equation y=x+6 is given

Advanced Math homework question answer, step 1, image 1

We need to find a second equation such that it has the required number of solutions.

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